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An Improved Approximation Algorithm for the Bandpass Problem

机译:带通问题的一种改进的近似算法

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The general Bandpass-B problem is NP-hard and can be approximated by a reduction into the B-set packing problem, with a worst case performance ratio of O(B~2). When B = 2, a maximum weight matching gives a 2-approximation to the problem. The Bandpass-2 problem, or simply the Bandpass problem, can be viewed as a variation of the maximum traveling salesman problem, in which the edge weights are dynamic rather than given at the front. We present in this paper a 36/19-approximation algorithm for the Bandpass problem, which is the first improvement over the simple maximum weight matching based 2-approximation algorithm.
机译:一般的带通B问题是NP难问题,可以通过将B集压缩问题简化为近似值,最坏情况下的性能比为O(B〜2)。当B = 2时,最大权重匹配使问题近似为2。带通2问题,或简单地带通问题,可以看作是最大旅行推销员问题的一种变体,其中边权重是动态的,而不是在前面给出的。我们在本文中提出了一种带通问题的36/19近似算法,它是对基于简单最大权重匹配的2近似算法的首次改进。

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